∫x4+1x3+2x2−x−2dx\int\frac{x^4+1}{x^3+2x^2-x-2}dx∫x3+2x2−x−2x4+1dx
53⋅42.749398666917424\sqrt[4]{5^3\cdot42.74939866691742}453⋅42.74939866691742
2187⋅32187\cdot32187⋅3
13a − 7b +b+a13a\:-\:7b\:+b+a13a−7b+b+a
1x2−1x−161x^2-1x-161x2−1x−16
(7a2b5+5x4)2\left(7a^2b^5+5x^4\right)^2(7a2b5+5x4)2
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